On Fibo-Pascal Matrix Involving k-Fibonacci and k-Pell Matrices

摘要

In this paper, we get new factorizations of Pascal matrix via Fibonomial coefficients named Fibo-Pascal matrix involving the k-Fibonacci matrix and k-Pell matrix. We give illustrative examples about these factorizations. If we get k= 2, the well-known Fibonacci and Pell matrices are obtained and the factorizations in Tuglu and Kocer (The generalized Pascal matrices via Fibonomial coefficients, 2011) are the special cases of our factorizations.